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How can two amounts of change can be the same but the percents of change can be different.?
Wiki User
∙ 6y ago
By two amounts of change I assume mean absolute amounts.
Assume the following:
Quantity 1 begins at 6 and changes to 3. The absolute value of the change is 3 and the percent change is 50%
Quantity 2 begins at 30 and changes to 27. The absolute value of the change is 3 and the percent change is 10%
Wiki User
∙ 6y ago
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What is the relationship between ratios fractions and percents?
They are all different ways of representing the same thing: a relationship between two numbers.
What is nonproportional?
It is a relationship which is non-linear. The same amount of change in the independent variable brings about different amounts of changes in the dependent variable and these differences depend on the initial values of the independent variable.
Why is the percent change from a to b not equal to the percent change of the inverse -- 1 divided by a to 1 divided by b?
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An elastic tape measure is a poor idea. Different amounts of pull will make the tape stretch different amounts, causing the same items to appear being of different sizes.
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The opposite word of "same" is "different" or "opposite."
How amounts of change can be the same but percents of change can be different?
They are same because because the number would always be same and the difference is they both are not with each other.Please vote me please click on it is use full for you.Thanks.plese
How can two amounts of change be the same but the percents of change be different?
They are same because because the number would always be same and the difference is they both are not with each other.Please vote me please click on it is use full for you.Thanks.plese
How two amounts of change can be the same but the percents of change can be different?
By two amounts of change I assume mean absolute amounts. Assume the following: Quantity 1 begins at 6 and changes to 3. The absolute value of the change is 3 and the percent change is 50% Quantity 2 begins at 30 and changes to 27. The absolute value of the change is 3 and the percent change is 10%
Small amounts of different elements in the same mineral can change the what of the mineral?
The small amounts of different elements in a mineral can change its color, hardness, and other physical properties.
Are fractions greater than percents?
They are all the same, fractions can be turned into percents and percents can be turned into fractions. hope that helps :)
What are the similarities of percents frations and decimals?
Often they are just different ways of writing the same thing. 0.03 is the same as 3/100 is the same as 3%.
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Different velocities is what causes objects to have the same mass and different amounts of inertia. This can be written in a formula.
What is the relationship between ratios fractions and percents?
They are all different ways of representing the same thing: a relationship between two numbers.
If two objects of the same mass require different amounts of heat to raise their temperatures 10 Kelvin the object have different what?
Specific heat capacities. This is a measure of how much heat energy is required to raise the temperature of a substance by a certain amount. Objects with different specific heat capacities will require different amounts of heat to achieve the same temperature change.
How are percents different from fractions?
They are different representations of the same thing 98% = 98/100 42% = 42/100 32.4% = 324/1000 1.04% = 104/10000 etc.
Can the same elements be combined in different amounts to make a different compound?
Yes
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No. They are two different atoms with different amounts of electrons
